This site is under development. For the current active site, go to bcbhub.csic.es.

Orcid Publication

Detalle de: Low-Resolution Structures of Transient Protein−Protein Complexes Using Small-Angle X-ray Scattering

Title Low-Resolution Structures of Transient Protein−Protein Complexes Using Small-Angle X-ray Scattering
Abstract

The determination of the three-dimensional structure of a weak protein-protein complex in solution using small-angle X-ray scattering requires the deconvolution of its contribution from those of other components coexisting in equilibrium. Using the oligomerization equilibrium of low molecular weight phosphatase (lmwPTP) as a model system, we show computationally and experimentally that the individual low-resolution structures of monomeric and dimeric lmwPTP can be determined from a small number of SAXS curves using the multivariate curve resolution with alternating least squares (MCR-ALS) algorithm. The dimeric complex represents no more than 15% of the macromolecules in the most concentrated sample. The derived structures are in good agreement with the crystallographic ones and the dissociation constant matches the one measured by NMR. These results demonstrate the power of SAXS, in combination with MCR-ALS, to study transient biomolecular complexes. The limits of the method were explored using a three-species model that describes the oligomerization of lmwPTP at higher concentrations.

Apa Reference Blobel, J., Bernadó, P., Svergun, D.I., Tauler, R. & Pons, M. (2009). Low-Resolution Structures of Transient Protein−Protein Complexes Using Small-Angle X-ray Scattering. Journal of the American Chemical Society, 131(12), 4378-4386. 10.1021/ja808490b
Doi 10.1021/ja808490b
Publication Date 10 Mar 2009
Publication Type Article
Researcher Romá Tauler
Ontology Experimental structure determination, Multivariate statistics
Research Groups
Tools

Suggest changes

Publications are synced automatically from ORCID, so they can't be edited here directly. Spotted something wrong? Let us know below and we'll take care of it.

← Return to Home